2019
DOI: 10.1109/access.2019.2943600
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Double Regularization Matrix Factorization Recommendation Algorithm

Abstract: With the development of social networks, the research of integrated social information recommendation models has received extensive attention. However, most existing social recommendation models are based on the matrix factorization technique which ignore the impact of the relationships between items on users' interests, resulting in a decline of recommendation accuracy. To solve this problem, this paper proposes a double regularization matrix factorization recommendation algorithm. The algorithm first uses at… Show more

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Cited by 8 publications
(3 citation statements)
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“…(i) Input: history rating data of user i, F i,j (ii) Output: R i,j (2) if F i,j <�ratio i (1): (3) then R i,j � 1 (4) else if F i,j <�ratio i (1)+ratio i (2): (5) then R i,j � 2 (6) else if F i,j <�ratio i (1)+ratio i (2)+ratio i (3): (7) then R i,j � 3 (8) else if Matching <�ratio i (1)+ratio i (2)+ratio i (3)+ratio i (4): (9) then R i,j � 4 (10) else: (11) then R i,j � 5 ALGORITHM 1: Predicting R i,j .…”
Section: Evaluation Results and Analysesmentioning
confidence: 99%
See 1 more Smart Citation
“…(i) Input: history rating data of user i, F i,j (ii) Output: R i,j (2) if F i,j <�ratio i (1): (3) then R i,j � 1 (4) else if F i,j <�ratio i (1)+ratio i (2): (5) then R i,j � 2 (6) else if F i,j <�ratio i (1)+ratio i (2)+ratio i (3): (7) then R i,j � 3 (8) else if Matching <�ratio i (1)+ratio i (2)+ratio i (3)+ratio i (4): (9) then R i,j � 4 (10) else: (11) then R i,j � 5 ALGORITHM 1: Predicting R i,j .…”
Section: Evaluation Results and Analysesmentioning
confidence: 99%
“…In recent years, major advances have been made in overcoming the sparsity problem. For example, to improve the performance of matrix factorization recommendation method, which is one of the most popular modern recommendation methods, R. Du et al [7] add user attribute information, Liu et al [8] add product content information, Yulong Gu [9] adds contextual information, He et al [10] and Rong-Ping Shen et al [11] add user feedback information, and Li and Guo [12] add user local characteristics.…”
Section: Introductionmentioning
confidence: 99%
“…The authors in [25], present a non-negative variant of matrix factorization that integrates social trust information in a model that addresses data sparsity and cold start issues. With a similar trend, the authors in [26] integrate social information into their recommender system based on a matrix factorization method. From implicit feedbacks, the authors in [27] propose a personalized ranking method using a Bayesian pairwise learning to improve the recommendation performances that are based on the matrix factorization technique.…”
Section: B Model-based Methodsmentioning
confidence: 98%